blubberfish847 blubberfish847
  • 27-05-2023
  • Mathematics
contestada

State Liouville’s theorem. Suppose that f (x + iy) = u(x, y) +iv(x,y) is complex differ- entiable on C and u is bounded on R", show that f is constant. Hint: Apply Liouville's theorem to g(x + iy) ef(x+iy).

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